$3.$ The picture below shows a start$-$configuration for Conway's Game Of Life implemented as cellular automata. Shadowed fields represent cells alive and empty $($white$)$ fields represent dead cells.How many cells alive will be there after the next evolutionary step, if the following transition$-$rules are used:a$)$ A living cell with less than $2$ living neighbours dies.b$)$ A living cell with more than $3$ living neighbours dies. c$)$A dead cell with exactly $3$ living neighbours comes alive.d$)$Any other cell keeps its state.As neighbourhood of a cell, the so$-$called Moore$-$neighbourhood is used.